Consider the following game where two players must simultaneously announce an integer number between 1 and 5. If you announce a numb otherwise it is 0. Which of the following statements is true? 0 All outcomes of the game are rationalizable. O This game has no Nash equilibrium in pure strategies. 0 This game has a unique pure strategy Nash equilibrium. 0 A strictly dominant strategy exists for at least one player. 0 More than one of the above. , ' O No Answer ' er which is 1 lower than the opponent your payoff is 10